Simple Mass Estimate for Resonance(s) being 6 Top plus 6 Anti top Bound states and Combinations thereof

TL;DR

This paper estimates the mass of a hypothetical bound state of 6 top and 6 anti-top quarks, around 750 GeV, based on the Multiple Point Principle and Higgs exchange, suggesting no new fundamental particles are needed.

Contribution

It introduces a simple calculation method for the mass of a top-antitop bound state using the Multiple Point Principle, proposing a resonance near 750 GeV without new physics.

Findings

Mass estimate around 750 GeV for the bound state.

Supports the Multiple Point Principle as a key to understanding vacuum structure.

No need for new fundamental particles in the model.

Abstract

We have long speculated \cite{1nbs,2nbs,3nbs,4nbs,5nbs, 6nbs,7nbs,8nbs,9nbs,10nbs,11nbs,12nbs, 13nbs,14nbs,LNvacuumstability} , that 6 top + 6 anti-top quarks due to the realtively large size of the top-yukawa coupling would bind exceptionaly strongly by mainly Higgs exchange. Here we present a surprisingly simple "calculation" of the mass of this speculated bound state. Even a possible resonance in scattering of two such bound states is speculated. For the "calculation" of the masses it is crucial to assume, that our since long speculated principle "Multiple Point Principle"\cite{5mp,6mp,7mp,8mp,9mp,10mp, 11mp,12mp,13mp,14mp,15mp,16mp,17mp, deriving}, is true. This principle says: {\em there are several vacua all having almost zero energy density}. Further we make an approximation of the Higgs Yukawa potential essentially replacing the exponential in it by a step-function. The new result means that there are now two independent calls for our bound state having the mass around 750 GeV required by our "new law of nature" the Multiple Point Principle. It should be remarked that in our picture there is {\em no new physics} in the sense of new fundamental particles, but the "Multiple Point Principle" is new in the sense of being not yet accepted. Further we get the {\em same} mass within uncertainties as earlier\cite{LNvacuumstability} but now from a completly different assumption, except for being from our "multiple point principle". But the two masses are gotten from using {\em different} (speculative) vacua occuring in the pure Standard Model.